Reserving 5352, sz 149, i1067, [COLOR=red]2^2*7[/COLOR]
Reserving 9336, sz 155, i1106, 2^6*127 stable since i4 !!!
Thank you.
Jean-Luc

[QUOTE=garambois;279977]Please, reserving 389508 sz 135 i:8143 2*3*23*37*67*507398453*c121.
Jean-Luc[/QUOTE]Actually, 389508 merges with 34908 (from Wolfgang's site):
389508:i2919 = 34908:i7 = 11346,
so I'm going to mark you down for 34908.[QUOTE=garambois;280110]Reserving 5352, sz 149, i1067, [COLOR=red]2^2*7[/COLOR]
Reserving 9336, sz 155, i1106, 2^6*127 stable since i4 !!![/QUOTE]If you're going to do any significant work, please email [URL="http://christophe.clavier.free.fr/Aliquot/site/Aliquot.html"]Christophe Clavier[/URL] on these and let him know. That way he can mark them on his page, also. (I don't know if everyone that helps him checks in here.) You might also check his data files and make sure all his work is in the DB. Thanks!
[quote]Thank you.
Jean-Luc[/quote]And thank you for the help!

[QUOTE=LaurV;278204]... a miasma of going down...[/QUOTE]

So long with the downdriver for 996666. It went from 134 digits to 114 digits then it got 2^3*3. Now it is back to 130 digits (last results not yet reported to factorDB). I still like this marriage, so I am still going on, but if it goes back to 135 or higher (depend on the cofactors) I will divorce it too.

I made a mistake and [URL="http://www.mersenneforum.org/showpost.php?p=278905&postcount=107"]talked[/URL] myself into picking up 115302 again. I'll keep it til I get significantly higher....

Reserving 392610.

Hi !

I am working on sequence 5400 for more than 5 years now (currently at step 3095 on a c161, this is the second, and a bit smaller than the previous one, met at index 3087).

I'd like to keep it reserved, even if it takes me 8 months to crack every hard step !

I keep the factor DB updated and also send mails to Christophe Clavier to keep tracks of my progress on his page.

Regards.

Philippe

I'll take 433476.

Releasing 135858, index 1969, size 128

2^3 · 3 · 11 · 17 · 11235199633598953 · C108

Well, that was a disappointingly short-lived downdriver run.

Releasing 392610.

[QUOTE=schickel;280159]Actually, 389508 merges with 34908 (from Wolfgang's site):
389508:i2919 = 34908:i7 = 11346,
so I'm going to mark you down for 34908.If you're going to do any significant work, please email [URL="http://christophe.clavier.free.fr/Aliquot/site/Aliquot.html"]Christophe Clavier[/URL] on these and let him know. That way he can mark them on his page, also. (I don't know if everyone that helps him checks in here.) You might also check his data files and make sure all his work is in the DB. Thanks!
And thank you for the help![/QUOTE]
OK,
I didn't know that 389508:i2919 = 34908:i7 = 113464, thank you !
And I send a mail to Christophe Clavier and I verified on his site before beginning the calculs about 5352 and 9336.
Jean-Luc

6 is not a perfect number anymore !!!
 

Told you in the past that I am interested in aliquot sequences starting with powers.

If noone is working out 279936 then I would like to reserve it. I did not find it in the "reserved" list, but maybe it merges with some smaller, hence this is 6^7 as for a start.

Got also interested in sequence starting with 6^9, but that is 8-digit starter and it is outside of this reservation list.

And I use this opportunity to report an error in the string parser of the factorDB, when you input a sequence that starts with a power or generally any expression, and want to see the graph, then the title of the graph misparse the expression part (stops at the operator). Try see the graph for sequence starting with 4, 8, 9, 36, 243 etc, a^b for any a,b, and you will see what I am talking about. You can see 10 different graphs all starting with 6, for example.

Input [URL="http://factorization.ath.cx/sequences.php?se=1&eff=2&aq=279936+&action=last20"]279936[/URL] as the starting number, click "show graph" and you will wonder why 6 is not a perfect number anymore....